{
 "cells": [
  {
   "cell_type": "markdown",
   "id": "011fd395",
   "metadata": {},
   "source": [
    "# Сравнение вклада и накопления\n",
    "Тут я хочу понять для себя что лучше, вклад или ипотека? Построю модель и посмотрю что выгоднее."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "id": "c31a10d2",
   "metadata": {},
   "outputs": [],
   "source": [
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "\n",
    "%matplotlib inline"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "16807983",
   "metadata": {},
   "source": [
    "### Моделирование\n",
    "Грубо, но параметры будут неизменяемые, так же добавлю год остановки (нужно же когда-то жить на полную)."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "id": "3f571c03",
   "metadata": {},
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "Инфляция: 0.96%\n",
      "Ключевая ставка: 1.075%\n",
      "За 20 лет разница составила 12483130 руб.\n",
      "То есть можно получать каждый месяц 120076 руб.\n"
     ]
    }
   ],
   "source": [
    "депозит = 100_000\n",
    "ежемесячное_пополнение = 100_000\n",
    "лет = 20\n",
    "год_остановки = 10\n",
    "\n",
    "ключевая_ставка = 1 + 7.5 / 100\n",
    "инфляция = 1 - 4.0 / 100\n",
    "\n",
    "откладывать = { 0: депозит }\n",
    "вклад_с_поплнением = { 0: депозит }\n",
    "\n",
    "период = np.arange(1, 1 + лет)\n",
    "\n",
    "for год in период:\n",
    "    пополнение = ежемесячное_пополнение * 12 if год <= год_остановки else 0\n",
    "    вклад_с_поплнением[год] = вклад_с_поплнением[год - 1] * ключевая_ставка * инфляция + пополнение\n",
    "    откладывать[год] = откладывать[год - 1] * инфляция + пополнение\n",
    "    \n",
    "plt.plot(откладывать.keys(), откладывать.values(), label = f'откладывать {ежемесячное_пополнение} ежемес.')\n",
    "plt.plot(вклад_с_поплнением.keys(), вклад_с_поплнением.values(), label = f'вклад с пополнением {ежемесячное_пополнение} ежемес.')\n",
    "\n",
    "plt.legend()\n",
    "plt.show()\n",
    "print(f'Инфляция: {инфляция}%')\n",
    "print(f'Ключевая ставка: {ключевая_ставка}%')\n",
    "print(f'За {лет} лет разница составила {int(вклад_с_поплнением[лет] - откладывать[лет])} руб.')\n",
    "print(f'То есть можно получать каждый месяц {int(вклад_с_поплнением[лет] * (ключевая_ставка - 1) / 12)} руб.')"
   ]
  }
 ],
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  "kernelspec": {
   "display_name": "Python 3 (ipykernel)",
   "language": "python",
   "name": "python3"
  },
  "language_info": {
   "codemirror_mode": {
    "name": "ipython",
    "version": 3
   },
   "file_extension": ".py",
   "mimetype": "text/x-python",
   "name": "python",
   "nbconvert_exporter": "python",
   "pygments_lexer": "ipython3",
   "version": "3.8.2"
  }
 },
 "nbformat": 4,
 "nbformat_minor": 5
}
